1) cascade two LTI systemx (t)-System A wlnSystem 3b yce)a) System A has the impulse response hlt)= Eula)b) System B is charecterited by a diferentiol equation:d.deuhen the input xle) = ē St;s oplied, the output 18 yA=0wH) +awlt)A) Find Hs)= 93)//s). Determine po es ardB) etermire the diferential equarion felating xt) and y(A)Zeros, RocHs)=1Re S33>-2%3DS+2SUA +y1s) = sw(5)+aW/s)

Answered: Image /qna-images/answer/a93559b2-b1a5-47e7-9e19-9531af92c46d.jpg

1 cascade two LTI systen x (t). System A wlnSystem 3byce) a) System A has the impulse response hlt)= ul) b) System B is charecteri ted by a diferentiol equation: d. dt Xuhen the input xle) = Ss aplied, the output 18 y)=o A)Find Hs) = 9(5)/x/s). Delermine poles ard zeros, Roc B) Jetermine the diflerantral equarion felatiny t) and ylA) Hs)= ReS3> -2 wH) +awlH) %3D

1 cascade two LTI systen x (t). System A wlnSystem 3byce) a) System A has the impulse response hlt)= ul) b) System B is charecteri ted by a diferentiol equation: d. dt Xuhen the input xle) = Ss aplied, the output 18 y)=o A)Find Hs) = 9(5)/x/s). Delermine poles ard zeros, Roc B) Jetermine the diflerantral equarion felatiny t) and ylA) Hs)= ReS3> -2 wH) +awlH) %3D

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

See similar textbooks

Similar questions

a. h[n] = u[n], where u[n] = unit stepAbove defines the impulse response h[n] of a certain LTI systemDetermine the output signal,y[n] of the system considering that the input signal x[n] = anu[n], where -1 < a < 1 is applied to the system. b.In summary, explain the following properties of a system and illustrate each type with an example. i.linear system ii.memory system iii.causal system
a) h[n] = {-1,1,2,-3,4}Above defines the impulse response h[n] of a certain LTI aystemDetermine the output signal,y[n] of the system considering that a signal x[n] = {-1,-2,5,3,4} is applied to the system. b) h[n] = u[n], where u[n] = unit stepAbove defines the impulse response h[n] of a certain LTI systemDetermine the output signal,y[n] of the system considering that the input signal x[n] = anu[n], where -1 < a < 1 is applied to the system.
A stable x(n) input signal is applied to an LTI system with a unit impulse response h(n), and y(n)=2 (1/4)'' u(n) output is obtained. a) Find the frequency response,H(ejω), of the system. b) Find the x(n) sign and spectrum applied to the input by DTFT. c) Give the input/output differential equation of the system.
Assuming that the LTI system shown in the figure below is non-causal: (i) Specify the ROC. (ii) Is this system stable? (iii) Determine the impulse response of the system.
3. A causal discrete-time LTI system is described by y[x] -ln - 1] +ln – 2] = x[n] where x[n] and y[n] are the input and output of the system, respectively (a) Determine system transfer function H(2) (b) Find the impulse response h[n] of the system.
A car was ignited & a signal from the engine i.e a(z) was passed through a cascade of 2 passive RC lowpass filters to generate an output signal, b(z).a.Show a differential equation derivation to describe the systemb.Make a sketch utilizing circuit diagramc.Mention if the RC system in question above isi.Time in-variant / Time variant ii.Non linear / lineariii.Non-invertible / Invertibleiv. Non-causal / Causal v. Have no memory / Have memory sytems.d. d2b(z)/dz2 + 3(db(z)/dz) +2b(z) = 3(da(z)/dz) +2a(z)Let's assume that the d.e(differential equation) above is that which is characterised by the RC system in the main question above.Where a(z) & b(z) is the input & output of the RC system respectively.Considering an impulse of a(z)=δ(z) is applied to the system, determine the output b(z) of the system
1.Find the impulse response of the equivalent system (i.e,, find h[n]) such that y[n]=x[n]∗y[n]holds where h1[n]=h[n]+0.5drag[n−1], h2[n]=0.5drag[n]−0.25drag[n−1], h3 [n]=(0.5)n u[n]with u[n]denoting unit-step function. this is a signal systems question
(a.) Determine the impulse response of the system h[n]. (b.) Determine the input x[n] so that the corresponding output of the system shown in the figure is y[n] = δ[n] − δ[n −1].
Determine the pole-zero plot of the impulse response of a single pole causal LTI system below.
a) h[n] = {-1,1,2,3}Above defines the impulse response h[n] of a certain LTI aystemDetermine the output signal,y[n] of the system considering that a signal x[n] = {-1,-2,t2,3} is applied to the system. b)
The impulse response of an LTI system is h(n) = 3δ(n) + (1/4)n u(n). Find the frequency response, H(e jω), and the difference equation of this system. An input signal x(n) = (1/3)n u(n), is applied to this system and an output signal y(n) is observed. Find the output signal, y(n), using DTFT methods. Give the system function H(z) using the frequency response H(ejω). Find the zeros, poles and ROC of this system and show them on the complex plane. Discuss the stability, causality, FIR/IIR and memory properties of this system.
A discrete LTI system has an input x[n] and impulse response h[n] shown below. Find the output y[n] and sketch the output waveform. A. x[n] and h[n] described the figures below: